Application of Derivatives | Maxima and Minima | 03-04 Marks | HSC(12th) Science, Commerce & Arts

Heyy Guyzz!!! This is Amol Balekar. Here's the video on New Topic, APPLICATION OF DERIVATIVES. In this video, I have covered MAXIMA & MINIMA SUMS, which surely come in boards exam for 03-04 MARKS. So, get it cleared by watching my video.

For Better understanding of this video,
You can go through "Basics of Derivatives" :

And after that, if you are having any DOUBTS, please COMMENT down in COMMENT SECTION.

Also, if you are having any DOUBTS in previous videos, then COMMENT down in respected video, I will surely try to clear it in UPCOMING VIDEO.

Introduction - 0:04
Maxima & Minima - 0:28

12th Ka MATHS he, #DekhogeNa_DarogeTohNahi

Sums For Practice :

Our Other Suggested Helpful Videos :

PHYSICS

Vertical Circular Motion:
Conical Pendulum:
Capillarity - Surface Tension:
Wave Theory of Light :
Interference & Diffraction :
Banking of Roads :
Magnetism:
Logtable for Calculations:

MATHEMATICS

Derivatives Tricks :
Applications of Derivatives Tricks :
Inverse Of 2*2 Matrix Trick :
Value of Determinants:
Shortcut inverse of 3*3 Matrix :
Correlation:

Do Yo Know:

Ramanujan Summation:
Grandi's Series:
Derivative of Mod X:

Also Don't Forget to CHECKOUT our
*Facebook Page:
*Instagram Page:

Please Like, Subscribe and Share.

#Learn_O_pediA #Maxima #Minima #Application_Of_Derivatives #maximaminima #learnopedia #applicationofderivativesclass12 #applicationofderivatives #derivatives #derivativesclass12 #integration #integrationclass12 #calculus

[navneetrout]

Best video to understand maxima and minima in less time. Thank you sir.

[openorange]

This lad opened my eyes😭...thanks a bunch mate...all I can do is like this video...and share it to my mates

[KrishnaSharma-ye]

Very very nice explanation
Deserves a new subscriber..❤❤

[sonudutt]

Your teaching style is very well.thanks so much guru jee 😘😍🥰

[kuldeepnaruka]

Sir best explanation of maxima and minima ever

[gayathrirbhat]

Consider a function f(x)
Step 1: Find f'(x)
I.e., differentiate f(x)
Step 2: Equate f'(x) =0
Find the roots (value of x)
Step 3:
Find f''(x)
That is differentiate f'(x)
Step 4: Substitute the values obtained in step 2 in f"(x)
*If f"(x) < 0 then for that value of x, f(x) is maximum.
*If f"(x) >0 then for that value of, f(x) in minimum
Step 5: substitute the values of x in f(x) and you will obtain maximum and minimum values.

[prettysmilow]

Your teaching style is very well . I have understood everything easily.👍

[saptakmitra]

I had learnt maxima minima like 1 month ago and had forgotten. I needed a quick video like this. Thank you so much 😊

[samratsengupta]

Im a commerce. I got my exam day after tomorrow Business Mathematics and today Im clearing my topic. Now my concept on this topic is crystal clear.

[manjumaurya]

Bhoot hi easy way me aa ne explanation kiya
Thanks 🙏🙏🙏🙏🙏

[Tricks]

U clear our small small doubts 🙏🙏🙏🙏🙏🙏🙏🙏🙏🙏🙏🙏
Thnx sir 👍👍👍

[savitasingh]

Mujhe pehle y channel kyo nhi mila really amazing explanation thank you so much sir very helpful 🙏🌟

[lavinachimnani]

Tomorrow is my Preboard paper 1 maths. And this video saved me.
Thanks

[sunnysharma]

Sir, I love the way of teaching and example you are choosen is best ! 😀😃😘

[shivanisara]

Was finding it hard
But now all clear
Thanks for your nice video

[sajeedalisayyed]

Very easy to understand ur video its so esay to learn👍👍👍👌👌

[ENBFarheenSahban]

Sir problems of Maxima and minima comes mostly why don't you cover that topic in larger context! Please make more videos on this topic

[ujjwalgupta]

Your explanation is too good. Amazing .

[arohisinghraikwar]

Thank u so much sir ji... exactly topic ki baat krke, question ko itne easy way me samjhane k liye 🤗🤗🤗...

[jayab]

This saved me! Probably the simplest and best Thanks alot sir!